A researcher collected data on the height $(cm)$ of eight legume plants and the number of flowers on the plant one week after flowering began.

$\backslash$table$[[$Height $(x),24,26,28,30,32,34,37,39],[$Number of Flowers $(y),15,21,17,16,20,14,11,19]]$

$\backslash$table$[[$SUMMARY OUTPUT,,,,$+x,,+2],[$Regression Statistics,,,$,x,,7],[$Multiple $R,0\mathrm{.}247,,,x=,,],[$R Square,$0\mathrm{.}061,,,,+2,],[$Adjusted R Square,$-0\mathrm{.}096,,,,,],[$Standard Error,$3\mathrm{.}492,,,,,],[$Observations$,8,,+2,58,,+2],[+2,,1,+4,+3,+2,],[$ANOVA$,,,,x,,2],[x,df,$SS$,$MS$,F,$Significance $F,],[$Regression$,1,\backslash$table$[[4\mathrm{.}73]],4\mathrm{.}73,0\mathrm{.}388,0\mathrm{.}556,],[$Residual$,6,\backslash$table$[[73\mathrm{.}15]],12\mathrm{.}19,+,,,],[$Total$,7,77\mathrm{.}88,3,,-,],[,,,+4,,,],[,$Coefficients,$\backslash$table$[[$Standard$],[$Error$]],$t Stat,$P-$value,Lower $95\%,$Upper $95\%],[$Intercept$,21\mathrm{.}51,7\mathrm{.}94,2\mathrm{.}71,0\mathrm{.}035,2\mathrm{.}081,40\mathrm{.}94],[x$ Variable $1,-0\mathrm{.}156,0\mathrm{.}251,-0\mathrm{.}62,0\mathrm{.}556,-0\mathrm{.}77,0\mathrm{.}458]]$

What is the value for the coefficient of determination?

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